2020
DOI: 10.21474/ijar01/11497
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A Survey on Ecg Signal Denoising Using S-Transform and Sg Filtering

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Cited by 6 publications
(2 citation statements)
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“…If the data window is excessively wide, it may result in the loss of valuable information in the signal. Conversely, if the data window is too narrow to effectively filter the signal, opting for a large polynomial degree might introduce new noise, while selecting a small polynomial degree could cause distortion due to oversmoothing of the signal [14,21]. Given that the AEF signal is non-stationary, fixing both the data window size and the polynomial degree in signal smoothing could lead to the loss of original information in the signal.…”
Section: Eewt-asgmentioning
confidence: 99%
“…If the data window is excessively wide, it may result in the loss of valuable information in the signal. Conversely, if the data window is too narrow to effectively filter the signal, opting for a large polynomial degree might introduce new noise, while selecting a small polynomial degree could cause distortion due to oversmoothing of the signal [14,21]. Given that the AEF signal is non-stationary, fixing both the data window size and the polynomial degree in signal smoothing could lead to the loss of original information in the signal.…”
Section: Eewt-asgmentioning
confidence: 99%
“…The phase of the Fourier transform is very sensitive to noise. Even if a small segment of the data is wrong, the phase obtained by the Fourier transform will be much different from the real phase [29]. But because it still uses a continuous periodic sine function as the transform base function, it leads to its time domain.…”
Section: Ecg Signalmentioning
confidence: 99%